@keyframes rwdcur36536 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfklEQVRYhe2WPWwcRRTHfzO3e3t3XJyzYxLLnwcECEhBAYQR4BohGho+FNFTE1HSbEMPoUUolCCQQJFQaJCQQiqwnMhfsQ5Yx3C2L/ftva/d2RmKOZAlJJq7dP5Lq3ma3Zn32zfvzYwwH583pICaWgNKwG3gFrAu/KDCA5bkuTy8WoCZ9CVAAVlgGpgxfjH/oAGEufak4bEsVGO414dG8hXwE3AHaAJVoAuEwg/0uAGcvdsdFu7H8HQWpl10Xb0uhZgAHOAA6A8h6sYvloGu8AM1PoB2wkJBw34MGYHMpvL09WuABH4GKtglUUN70/jFCGgLP+iOCiB2r8ybxfMZO70DLHmwH4EGehqayddAfQjUBDaAdWxUysIPolEAnKNIYyoaMZuC92aBCRjUoJNAW8OXtTfpa4BtbAQUNidyw3akSnFq3QQd50k9A2Bsr3cKvD5MGSh6EBkIkwtUYoBFYAuYGj6jAYQRJMojtdqAgYaXEjhScMazXyx4MO1AqGEtvMBeJIG72IiMXBVOSkKvOo1RLu5+E7lRgYtZOKegY2xQGgmECVQVwCxwEdjBVsloAIWMJOXEqEGGKJxH1hPEliZ9qo4zdQRP5aAWw1//ybWS8IP2yAAvznkVZnbP0tf0/phDphTGSKJOASfXgp0eZCTMpqGZ0O3EOzlXXAdWR3UOtvAiXAkJZFeq8EgGygP4rQ8tUE1FYsBLCwYDw3olfnR5Lr02rl1RArdUKUu0W4ApB+Y9iLD2pMR52MVLiaskvOs54q3lufRlYML4xcw4AJzvtjtvvzx4gTB9xLkft8h1NdRiTDlBaYE2ceg5YgMoHx8HTGC36ZEkz+QcmnRZM3ei+53kauNmu9QoSa16k6ByHHZMBlgCLmErID0cO5bzQH72a5trh6v9xYL5cKngXJ/Myk9ctyeNSHC9I/JOWla7egX7x3lgHrtIzbEAHDS90tmJweXnZ72bw757f7ZMKZ1tQE5yOoN0hFjGRkEDIfD72JLwh9364+/fqH8L/IK9EbULWf19q49GGaQQeA6ZTqSnsaW3ho3AWCT/MYQfKOEHAbA5k3e+uHFXHxzuzoGRuNLhIOQJ7OHDsXZ8AMdAKsB2Kw4/3Ww2ol4/R1Bz9V5LbTO8Ewg/GDn7//X3fy/fKc5/88azrJTDwecfvPLQR9hr2bh8n+hEJzrRiQD4G1XWgx4tgKr5AAAAAElFTkSuQmCC) 3 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
}
div.testarea{
animation:rwdcur36536 2.6666666666667s linear infinite forwards;
}
